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In [mathematics](https://en.wikipedia.org/wiki/Mathematics), the dot product or scalar product[[note 1]](https://en.wikipedia.org/wiki/Dot_product#cite_note-1) is an [algebraic operation](https://en.w…
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* sequences of numerical points
* numerical points (vectors of complex numbers)
* condition number
* input system (polynomial sequence, or symbolic expression sequence)
* options (?)
Component: **n…
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In the context of pure mathematics, singularity cancellation involves addressing and resolving the singular points (points where a function or an equation ceases to be well-behaved, such as having an …
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This is a sort of continuation to #18.
Does the Nisnevich $(\infty, 1)$-topos on $\mathbf{Sch}/S$ admit a useful cohesive structure?
The [nLab page on motivic homotopy theory](https://ncatlab.or…
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Collecting recent textbooks and other teaching materials using GAP, to check if they are already included into the bibliography, and add to https://www.gap-system.org/Doc/Teaching/teaching.html and/or…
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Hi thanks for the book, I wonder when will "Algebraic Geometry III: Schemes" be written - it looks quite interesting!
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Commutative algebra is the study of commutative ring and is a ticket to a lot of modern mathematics. For example, homological algebra, algebraic number theory, algebraic geometry, arithmetic geometry,…
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Not sure how hard it is to implement this. Library I'm working on has a pretty detailed hierarchical books classification, and I've generated 268 respective hierarchical tags if this kind:
```
...…
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It seems there is quite some inefficient conversion code from OSCAR to Singular (perhaps also the other way around) in e.g. `src/Rings/mpoly.jl`. One example:
```julia
function (SF::Singular.N_AlgEx…
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**Project description**
From Wikipedia: Macaulay2 is a free computer algebra system created by Daniel Grayson (from the University of Illinois at Urbana–Champaign) and Michael Stillman (from Cornel…